In addition to matching with the previously known Kerr-Schild single copy, the tensor-language formalism proposed
in [1]} also agrees with our single copy prescription found using spinors. We take the generic aligned field strength in \(D = 5\) ,
\( \mathbf {F} = \frac{2x_{1}}{(x_{1}^{2} + r^{2})^{2}}(e_{1} - e_{2}) \mathbf {e}^{1} \wedge \mathbf {\hat{e}}^{1} +\frac{2ir}{(x_{1}^{2} + r^{2})^{2}} (e_{2} - e_{1}) \mathbf {e}^{2} \wedge \mathbf {\hat{e}}^{2},\) 
